□ 정책의 현황 및 문제점
▶ 중소기업 적합업종 지정
동반성장위원회에서 중소기업 및 중소상인이 영위하기에 적합한 업종을 지정해 해당 업종에 한해서 대기업의 무분별한 진출을 억제함으로써 그들의 대등한 경쟁권과 생존권을 보호하기 위해 시행중인 제도이며, 2013년 총 100개 품목이 중소기업 적합업종으로 지정되어 있다. 적합업종품목제도는 3년 한시적이며, 1회에 한해 더 연장할 수 있는 3+3년의 일몰제를 도입하고 있다.
□ 현황 및 문제점
▶ '적합한' 업종영역에 대한 정의와 규정이 모호하고, 시장에 대한 정부의 과도한 개입이라는 비판.
담당 부처의 개별기업에 대한 이해 능력이 부족하고, 제도 시행 의지가 무력하다는 지적을 받고 있다. 여기에 기업들이 여러 방법으로 권고조치를 회피하고 편법으로 운영하는 등 동 제도를 무력화 시키는 문제가 발생하고 있어 실효성 논란이 제기되고 있다.
중소기업 지원 규모가 계속 확대되고 있으나, 실질적인 자금난, 인력난이 개선되고 있지 않은 것으로 조사되고 있다.
경쟁제한에 따른 중소기업의 변화에 따른 적응력 부족, 미비한 대응, 경쟁력 약화로 인한 소비자 후생의 저하를 초래할 것, 더 나아가 정부의 보호에 안주하는 중소기업을 양산시킬 것이라는 우려가 대두되고 있다.
중소기업적합업종 제도 시행으로 국내 대기업들이 빠져나간 자리에 외국계 기업들이 독식하고 있는 실정으로, 이들 외국계는 대기업이지만 FTA 협정에 따라 중소기업적합업종에 지출하는데 아무런 규제가 따르지 않아 역차별 논란이 끊임없이 진행되고 있다.
그러나 적합업종 특별법을 통해 정부가 강제적으로 기업에 사업 이행명령을 내릴 경우 세계무역기구(WTO) 제소, 투자자국가간소송제(ISD)에 따른 국제소송 등 통상마찰의 우려가 예상된다.
풀무원과 같이 해당업종에서 창업해 성장한 기업들을 그 분야에서 배제하는 것이 과연 옳은 것인지에 대한 타당성 논란이 존재한다.
▶ 대기업-중소기업 간 적합업종 입장 대립
구분 | 대기업과 일부 언론 주장 | 중소기업 반박 |
LED 조명 | “대기업 진출 제한으로 외국계기업이 시장 잠식” | “외국계기업 시장잠식률은 4%에 불과. 대기업은 부품 소재 개발에 치중해야” |
재생타이어 | “글로벌기업 시장점유율 증가” | “글로벌기업 시장점유율 오히려 감소” |
국산콩 (두부 제조) | “두부 적합업종 지정으로 국산콩 수요 감소” | “정부의 증산 정책에 따른 일시적 수급불균형 현상. 대기업의 유기농콩 수입 증가도 한몫” |
자전거소매업 | “외국계기업 국내시장 공략” | “외국계기업은 대리점 중심 운영. 적합업종은 직영점 제한” |
음식업 | “일본 업체의 매장이 급격히 확산돼 골목상권 위협” | “일본 매장은 적합업종 지정 전인 2000년대 초반부터 이미 증가” |
□ 통계
▶ 서비스업 적합업종 관련 피해예상 중견기업 (단위 : 개)
▶ 적합업종 신청 접수 현황 (단위 : 개)
구 분 | 신청접수 | 지정 | 진행중 | 철회 | 반려 | 판단유보 |
제조업 (‘11-13년) | ‘11년 | 234 | 82 | - | 119 | 31 | 2 |
‘12년 | 16 | 2 | 1 | 10 | 3 | - |
‘13년 | 6 | - | 6 | - | - | - |
소계 | 256 | 84 | 7 | 129 | 34 | 2 |
서비스업 (‘12-’13년) | 생계형 | ‘12년 | 27 | 14 | 55 | 6 | 2 | - |
‘13년 | 1 | | 1 | | | |
비생계형 | ‘12년 | 17 | - | 17 | - | - | - |
소계 | 45 | 14 | 23 | 6 | 2 | - |
합 계 | 301 | 98 | 30 | 135 | 36 | 2 |
▶ 적합업종제도의 중소기업 경쟁력 제고 여부 설문조사 결과
구 분 | 중소기업 경쟁력 강화에 도움이 될 것임 | 크게 도움은 안 될 것임 | 경쟁이 제한되어 오히려 중소기업 경쟁력이 저하될 것임 |
경제전문가(%) | 28.1 | 58.3 | 13.6 |
중견기업(%) | 54.5 | 26.2 | 19.3 |
▶ 고유업종 해제 전후 28개 품목 382개 중소기업의 경영성과 비교
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)
□ 관련 이슈
▶ 역차별 논란에 빠진 중소기업 적합업종 지정
내년 중소기업적합업종 재지정을 앞두고 시장 생태계의 자생력이 떨어지고 있다는 우려가 나오고 있다. 시장경제의 본질이 침해되는 것은 물론 오히려 외국계 기업들에게 자리를 내주게 돼 ‘게도 놓치고 구럭도 놓친 격’이라는 지적도 나오고 있다.
27일 업계에 따르면 경기침체와 더불어 중소기업 적합업종 지정 등 각종 규제로 인해 시장은 얼어 붙어있는 상황이다. 중소기업 적합업종으로 지정된 이후 LED 조명, 재생타이어 등의 산업에는 외국계 기업들의 점유율이 높아졌고, 두부 농가는 대기업의 대량구매가 사라져 시름이 깊어지고 있다.
중소기업 적합업종은 대기업의 막강한 자본력과 기술력이 골목상권을 침해하고, 대기업만 배를 불리는 ‘돈맥경화’가 발생한다는 우려에서 마련됐다. 현재 85개 제조업과 15개 서비스업 등이 지정돼 있고, 한번 중소기업 적합업종으로 지정되면 3년간 보호받는다. 자동차 제조 부품, 순대, 떡 등은 3년의 보호가 끝나 내년부터 재지정 논의에 들어간다.
하지만 애꿎은 곳에서 피해가 커지고 있어 업종 재지정을 앞두고 곳곳에서 마찰이 발생하고 있다. 특히 동반성장위원회가 두부와 장류를 중소기업 적합 업종으로 지정하고 나서 콩 농가의 시름은 깊어졌다. 지난 2011년 콩 소비량의 40%를 차지하는 두부가 중소기업적합업종으로 지정된 이후 콩을 대량으로 사들이던 대기업의 수요가 줄었기 때문이다. 반면, 중소기업업체들은 '가격 경쟁력'을 위해 국산 콩 구매 대신 수입산 콩의 구매를 늘렸다. 이 때문에 농민들이 나서서 두부를 중소기업적합업종에서 제외해달라고 요청하는 상황이 됐다.
이에 대해 동반성장위원회는 "국산콩 생산량이 매년 늘고 있고, 가격도 상승하고 있어 단순히 적합업종의 부작용이라고 판단할 수 없다"고 반박했다. 또 필립스, 오스람 등의 시장 점유율이 높아지고 있다는 우려에 대해 "전체 조명시장에서 외국 대기업의 시장점유율은 60% 수준이나 적합업종으로 지정된 LED에서는 전체 5천억 중에서 약 2백억으로 4% 수준"이라고 해명하기도 했다.
한편, 지난 2006년 폐지된 ‘중소기업 고유업종’제도는 중소기업 적합업종 제도와 내용을 같이 한다. 중소기업 고유업종은 벽시계, 안경테, 우산 등 180여개였는데 시행 이후 관련 업종의 생산량이 감소하는 부작용이 심화되면서 폐지됐다.
최근에는 커피, 피자, 햄버거 등 식음료업종까지 적합업종으로 지정해야한다는 논의도 진행되고 있다. 휴게음식업중앙회는 동반성장위원회에 상권보호를 위해 커피, 피자, 햄버거를 중소기업적합업종 신청을 추진 중이다. 다만 커피와 피자는 이미 공정거래위원회의 모범거래기준에 따라 신규출점 거리 제한을 받고 있는 상태여서 경기침체로 인해 얼어붙은 상권에 이중 규제를 한다는 지적을 피할 수 없을 것으로 보인다.
▶ 적합업종제도, FTA 때문에 외국기업에는 적용 못해
외국계들이 중소기업적합업종을 초토화시키고 있지만 FTA에 묶여 마땅히 규제할 방도가 없다는 데 있다. 정부 관계자는 "문제점은 인식하지만 세계무역기구(WTO) 자유무역협정(FTA)등 규정 때문에 외국기업 규제는 현실적으로 곤란하다"고 밝혀, 외국기업만 반사이익을 누리는 상황은 대안 없이 계속될 전망이다.
중기 적합업종 지정은 대·중소기업 간 자율적인 협의를 기초로 한 가이드라인이기 때문에 동반위는 참여하지 않은 외국 기업도 규제하는 권고를 내릴 수는 있다.이 경우 한·미 FTA 위반 문제가 불거질 수 있다.
하지만 한·미 FTA는 명시적인 법령 이외의 관행 등에도 적용되며, 정부로부터 위임받은 권한을 행사하는 비정부기관이 채택·유지하는 조치에도 적용된다. 민간기구인 동반위의 결정도 한·미 FTA의 적용대상이 될 수 있는 것이다. 동반위 는 국제협정 위반 문제를 피하려고 하니 어려운 점이 있지만 법률적인 문제를 검토 하고 있는 것으로 전해졌다.
▶ 상품공급점, 중소기업 적합업종으로 지정해야
최근 대형 유통업체의 상품공급점이 골목상권 진출 논란을 빚고 있는 가운데 상품공급점을 가맹사업법 적용 대상에 포함하고 중소기업 적합업종으로 지정해야 한다는 의견이 제기됐다.
이정희 중앙대 경제학부 교수는 지난 16일 서울 여의도 중소기업중앙회 제1대회의실에서 열린 ‘제2차 중소유통정책 심포지엄’에서 ‘대형 유통업체 도매사업 진출 이슈와 과제’라는 주제발표를 통해 이같이 주장했다.
이 교수는 “상품공급점은 기존 도매업체에서 공급받던 상품을 대기업·대형 유통업체로부터 공급받음으로써 기존 도매상의 경쟁력을 떨어뜨리고 종국에는 시장 퇴출로 이어질 것”이라며 “앞으로 상품공급점이 증가해 중소 슈퍼마켓들이 대형 유통업체로부터 대부분 상품을 구매하면 상품 공급의 독과점화, 상품 수요에서의 독과점화도 우려된다”고 강조했다.
그는 “편의점 사례에서 볼 수 있듯이 매출이 좋은 가맹점은 가맹본부에서 직영을 원하고 직영으로 전환되는 사례가 빈번할 것”이라며 “대형 유통업체의 시장 지배력 확대는 대·중소 유통업체 간 양극화를 초래한다”고 밝혔다. 상품공급점은 대형 유통업체 간판 사용, 유니폼 착용, 대형마트의 상품 구색·진열 지원, 가격경쟁력 등의 측면에서 기존 영세 소매상의 경쟁력을 저하시 소매상 간 갈등으로 이어질 수 있다는 것이다.
실제로 최근 중기중앙회가 상품공급점 주변 상가에 대한 경영실태를 조사한 결과, 상품공급점 인근 중소 슈퍼마켓 69.4%가 매출 30% 이상 감소했고, 중소 슈퍼마켓 응답자 90.7%가 ‘상품공급점 사업 규제가 필요하다’고 밝혔다.
이 교수는 “대형 유통업체의 공급·수요 독과점 심화에 대한 규제가 필요하다”면서 “우선 대형 유통업체가 갈등과 논란을 야기하는 사업에 대한 자율적인 자제가 필요하다”고 제안했다. 이어 “상품공급점을 중소기업 적합업종으로 지정하는 방안과 함께 대형 유통업체의 상품공급점을 가맹점으로 간주하고 가맹사업법 적용 대상에 포함하는 방안도 강구해야 한다”고 말했다.
□ 외국 사례
해외 주요국에서는 직접 중소기업 보호업종을 지정한 사례가 없으며, 대신에 중소기업의 혁신력, 자생력을 키우고 대기업과 상생하는 방향의 정책을 시행하고 있다.
▶ 미국
미국정부는 중소기업을 국가경제의 중추를 담당하는 ‘활력 있는 다수(The vital majority)’로 인식하고 중소기업 간 상호 경쟁, 대기업과의 공정한 경쟁을 통해 활발한 진입·퇴출을 유도해 산업구조와 기업 부문에 활력을 불어넣고 있다. 이는 정책 방향이 철저히 시장원리에 따른 기업의 경쟁력 강화에 초점을 맞추고 있다는 것을 의미하며 정책자금 지원에서도 간접적 지원에만 주력한다. 미국 중소기업정책의 가장 큰 핵심은 바로 혁신적 중소기업 육성인데, 이를 위해 중소기업투자공사(SBIC)를 통해 혁신적 중소기업에 자본금의 3배까지 보증해 주거나, 우수한 기술력을 갖춘 중소기업 육성 프로그램인 SBIR 등 다양한 프로그램을 운영하고 있다.
▶ 독일
독일의 중소기업정책은 기업활동에 유리한 경제 환경과 제도의 틀을 조성하는 것 자체로 중소기업을 지원하는 방식이다. 때문에 독일의 중소기업정책의 큰 흐름은 자생력 강화를 위한 시스템 구축에 있다. 예컨대 독일경제의 중추인 바이에른 주(州)의 경우 중소기업정책의 기본 이념은 ‘자구책의 강구(Hilfe zur Selbsthilfe)’다. 독일은 중소기업들이 자생력을 가질 수 있도록 기술개발, 구조조정, 금융지원, 시장개척, 국제경쟁력 향상 등 각 부문을 연계해 포괄적·구체적·개별적으로 시행한다.
▶ 핀란드
1990년대 이후 전자·정보통신산업이 급속히 성장하면서 핀란드 정부는 1993년 신 국가전략으로 ‘정보화사회’를 설정하고 무선통신기술·바이오기술·환경산업 분야의 정보기술(IT) 강소기업을 전략적으로 육성했다. 헬싱키·울루 등에 이공계 대학·연구소·대기업·중소기업이 밀집한 사이언스 파크를 조성해 대·중소기업 간 시너지 효과를 낼 수 있도록 지원하고, 정부 연구개발(R&D) 예산의 50% 이상을 정보통신 클러스터 및 관련 중소기업에 집중적으로 지원했다. 1974년 설립된 핀란드기술개발센터(VTT)와 같은 국책연구기관도 중소기업들에 산업계와의 연계를 통한 다양한 서비스를 제공한다.
▶ 일본
일본의 중소기업정책 가운데 다른 나라와 차별되는 독특한 강점은 크게 두 가지로 나누어 볼 수 있는데, 대기업과의 경쟁·협력 전통과 ‘중소기업사업단’ ‘중소기업대학교’ 같은 지원 체제다. 특히 중소기업대학교는 다른 나라에서는 찾아볼 수 없는 제도로, 소기업단체·지방공공단체·중소기업 임직원 등 중소기업 관련 단체들의 교육과 연수를 담당한다. 운영 예산의 80%를 정부가 지원하며, 연수생 간의 네트워크 구축도 보이지 않는 교육 목표의 하나로 꼽힌다. 둘째로 대·중소기업 간 상생관계를 들 수 있다. 일본 대기업들은 전통적으로 협력 중소업체가 자생력을 가질 수 있도록 경쟁과 협력을 병행하는 등 지속적인 지원과 배려를 해왔다. 일본 대기업은 중소기업에 자본참여를 통해 실질적 협력관계를 구축하기도 하는데, 자본참여는 경영권 확보보다 경쟁력 강화를 위한 네트워크 구축이라는 의미가 더 크다.
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